example 1 has horizontal asymptote at 0, example 2 I didn't get answer example 3 has both horizontal and vertical asymptote at 0 and infinity resp. example 4 has vertical asymptote at pi/2 example 5 has oblique asymptote at (x+1) Is this all correct sir.......
Sir, it should be degree(N) = degree(D) + 1 16:10
Ahhh!!! Yes, you are right..
Thank you for such good observation!!
example 1 has horizontal asymptote at 0,
example 2 I didn't get answer
example 3 has both horizontal and vertical asymptote at 0 and infinity resp.
example 4 has vertical asymptote at pi/2
example 5 has oblique asymptote at (x+1)
Is this all correct sir.......
Appreciate your answers .
I need to see, I have not solved. Just stated the questions 😁
@@DrMathaholic thank you sir
Sir,
how to find oblique asymptote of functions not in the form of f/g, for example x^2-y^2 = 1?
For this, you can ignore 1, we get y= +- x. So we have y=x and y=-x as asymptotes..
There is one formula but it doesn't work always..
So there is no standard formula to find oblique asymptote which works for all functions ..( I am not aware of any such)
,👍🏻👍🏻👍👍👍👏👌🏻👌🏻
Thanks brother :)
🙏🙌
Sir you can try to solve mit and iit questions, may be that can give you more views which you deserve
Thank you for your suggestion.. I will definitely try making on them 😊